Research on tasks scheduling algorithms for dynamic and uncertain computing grid based on a+bi connection number of SPA
Document Type
Article
Publication Date
12-1-2009
Abstract
Task scheduling algorithms are key techniques in task management system of computing grid. Because of the uncertainty nature of a grid, traditional task scheduling algorithms do not work well in an open, heterogeneous and dynamic grid environment of real world. In this paper, Set Pair Analysis (SPA), a new soft computation method is used to process the synthetic uncertainty in the task scheduling of a computing grid. After introducing SPA and its application, the paper goes on to introduce the definition of connection number to express the uncertain Expected Time to Compute of tasks, analysis operation properties and linear order relation suitable for computing grid scheduling. Three online uncertain dynamic scheduling algorithms, OUD_OLB, OUD_MET, OUD_MCT, and three batch uncertain dynamic scheduling algorithms BUD_Min-min, BUD_Min-max, BUD_Surferage, are presented for the uncertain dynamic computing grid. Theoretical analysis and experimental results illustrate that these algorithms are capable of representing the dynamics and uncertainty in a computing grid environment. These algorithms are the generalization of traditional grid scheduling algorithms, and they possess high value in theory and application in a grid environment. Certainly it will be a new method to design tasks scheduling algorithm in uncertain computing grid environment. © 2009 Academy Publisher.
Identifier
77954099619 (Scopus)
Publication Title
Journal of Software
External Full Text Location
https://doi.org/10.4304/jsw.4.10.1102-1109
ISSN
1796217X
First Page
1102
Last Page
1109
Issue
10
Volume
4
Recommended Citation
Huang, Decai; Yuan, Yuan; Zhang, Li Jun; and Zhao, Ke Qin, "Research on tasks scheduling algorithms for dynamic and uncertain computing grid based on a+bi connection number of SPA" (2009). Faculty Publications. 11788.
https://digitalcommons.njit.edu/fac_pubs/11788
